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- Quadratic_pair abstract "In mathematical finite group theory, a quadratic pair for the odd prime p, introduced by Thompson (1971), is a finite group G together with a quadratic module, a faithful representation M on a vector space over the finite field with p elements such that G is generated by elements with minimum polynomial (x − 1)2. Thompson classified the quadratic pairs for p ≥ 5. Chermak (2004) classified the quadratic pairs for p = 3. With a few exceptions, especially for p = 3, groups with a quadratic pair for the prime p tend to be more or less groups of Lie type in characteristic p.".
- Quadratic_pair wikiPageID "29750370".
- Quadratic_pair wikiPageRevisionID "497396277".
- Quadratic_pair hasPhotoCollection Quadratic_pair.
- Quadratic_pair subject Category:Finite_groups.
- Quadratic_pair type Abstraction100002137.
- Quadratic_pair type FiniteGroups.
- Quadratic_pair type Group100031264.
- Quadratic_pair comment "In mathematical finite group theory, a quadratic pair for the odd prime p, introduced by Thompson (1971), is a finite group G together with a quadratic module, a faithful representation M on a vector space over the finite field with p elements such that G is generated by elements with minimum polynomial (x − 1)2. Thompson classified the quadratic pairs for p ≥ 5. Chermak (2004) classified the quadratic pairs for p = 3.".
- Quadratic_pair label "Quadratic pair".
- Quadratic_pair sameAs m.0fq3bt3.
- Quadratic_pair sameAs Q7268365.
- Quadratic_pair sameAs Q7268365.
- Quadratic_pair sameAs Quadratic_pair.
- Quadratic_pair wasDerivedFrom Quadratic_pair?oldid=497396277.
- Quadratic_pair isPrimaryTopicOf Quadratic_pair.